Orthogonal Minimum Shift Keying (OMSK)

In this post we consider a special case of MSK called Orthogonal MSK (OMSK) where the power of both the signals is the same (or almost the same) and there is no frequency offset. However, there is a phase offset of 90 degrees. As is evident from our previous posts MSK can be viewed as BPSK with information being transferred via in-phase (I) and quadrature (Q) carriers alternatively. In OMSK the interferer is 90 degrees offset from the signal of interest. So, when there is information being transmitted via I, interferer is on Q and when information is being transmitted via Q, interferer is on I.

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MSK – A Continuous Phase Modulation (CPM)

Some Background on MSK I – In the previous post we presented the mathematical model and code for BER calculation of a popular modulation scheme called MSK. However in the code we shared, we only considered one sample per symbol, which makes MSK look like BPSK. While BPSK symbols fall on the real axis, MSK symbols alternate between real and imaginary axes, progressing by π/2 phase during each symbol period. MSK signal thus has memory and this can help in demodulation using advanced techniques such as Viterbi Algorithm.

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